![Methyl 2-(trifluoromethyl)imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-3-6H |
| CAS | 1206973-10-5 |
| MDL Number | MFCD22550652 |
| Molecular Formula | C10H7F3N2O2 |
| Molecular Weight | 244.173 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 144-147 ℃
TSCA: Not listed on TSCA inventory